00:05 Chapter 4: Linear Equations in Two Variables 00:52 Understanding basics and advanced concepts of Linear Equations in 2 Variables 02:33 Understanding linear equations in one variable 03:24 Understanding linear equations in two variables with examples 05:06 Understanding Constant Term in Linear Equations 05:57 Understanding linear equations in general form 07:38 Understanding substitution method in solving linear equations. 08:31 Linear equations in 2 variables have only one solution 10:22 Linear equations in 2 variables have a general form 11:08 Linear equations in 2 variables deal with x and y terms in a specific format 12:51 Converting linear equations with one variable to two variables 13:48 Understanding solutions of linear equations in 2 variables 15:28 Understanding solutions to equations, especially when equations are not simple 16:27 Understanding linear equations with constants and coefficients 18:26 Linear Equations in 2 Variables 19:13 Understanding variables and their values in linear equations 21:02 Solving equations in two variables 21:56 Cost of notebook is twice the cost of pen 23:38 Understanding linear equations in two variables with examples 24:45 Understanding linear equations in 2 variables 26:47 Solving linear equations in two variables 27:34 Solving linear equations in 2 variables 29:19 Solving linear equations in 2 variables 30:29 Plotting solutions on a graph helps visualize linear equations. 32:27 Understanding solutions of equations based on points above or below the line 33:21 Understanding Linear Equations and their Solutions 35:17 Solving linear equations with two variables using graphical method 36:41 Understanding the concept of graph plotting in linear equations 38:47 Points lying on a line satisfy the equation of the line. 39:40 Linear equations always result in a straight line graph. 41:36 Understanding plotting of points on a graph using examples. 42:36 Understanding linear equations and graphs. 44:54 Understanding parallel lines with the x-axis 45:51 Understanding linear equations in 2 variables 48:01 Introduction to equations of x-axis and y-axis 48:57 Understanding parallel lines on the x-axis 50:54 Solving linear equations in 2 variables 51:49 Understanding linear equations in 2 variables 54:00 Introduction to linear equations and their representations as straight lines in 2 variables. 55:13 Linear equations have solutions at all points on the line. 57:08 Solving linear equations in two variables 58:10 Identifying solutions of linear equations in two variables 1:00:00 Understanding linear equations in 2 variables 1:00:56 Linear equations in two variables have different solutions based on the number of variables 1:02:28 Summary of graph formations and equations for x and y axes. 1:03:10 Introduction to Linear Equations in 2 Variables
1:00:38 Answer= -5 57:58 Answer= (i) 3x+3y (ii)4x+4y (iii)2x+2y It can have infinite lines passing through it because many equations can have similar solution City - UJJAIN MP
57:37 solutions of this equation are 2x+3y=16 9x-2y=10 15x-5y=10 There are many lines lies on this point because ek equation ke bahut sare solutions hote Hain. ❤☺️Love you bhaiya ji kal Mera exam hai blessing de do😅🫂✨ ---- from Assam Nagaon💝
1:32 linear equation in one variable 9:29 Linear equation in two variable questions 15:46 Question 39:00 point to Remember 40:25 Graphical questions 1:02:40 thank you babua. -----🔥-----
X =1 Y=-2 then 1(1) - 2x(-2) +k = 0 1 + 4 + k =0. ( If we multiplying and their is - x - then the sign will be + ) So, K=-5 ( doing other side 1+4 so it will be minus 5)
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18:36 Rd sharma Question
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:) 1:00:30 the answer of the question is[ -5 ]
Thankyou bhaiya for this chapter 😊
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57:37 solution of equation
4x + 2y = 16
-5x + 3x = -2
6x + 4y = 28
00:05 Chapter 4: Linear Equations in Two Variables
00:52 Understanding basics and advanced concepts of Linear Equations in 2 Variables
02:33 Understanding linear equations in one variable
03:24 Understanding linear equations in two variables with examples
05:06 Understanding Constant Term in Linear Equations
05:57 Understanding linear equations in general form
07:38 Understanding substitution method in solving linear equations.
08:31 Linear equations in 2 variables have only one solution
10:22 Linear equations in 2 variables have a general form
11:08 Linear equations in 2 variables deal with x and y terms in a specific format
12:51 Converting linear equations with one variable to two variables
13:48 Understanding solutions of linear equations in 2 variables
15:28 Understanding solutions to equations, especially when equations are not simple
16:27 Understanding linear equations with constants and coefficients
18:26 Linear Equations in 2 Variables
19:13 Understanding variables and their values in linear equations
21:02 Solving equations in two variables
21:56 Cost of notebook is twice the cost of pen
23:38 Understanding linear equations in two variables with examples
24:45 Understanding linear equations in 2 variables
26:47 Solving linear equations in two variables
27:34 Solving linear equations in 2 variables
29:19 Solving linear equations in 2 variables
30:29 Plotting solutions on a graph helps visualize linear equations.
32:27 Understanding solutions of equations based on points above or below the line
33:21 Understanding Linear Equations and their Solutions
35:17 Solving linear equations with two variables using graphical method
36:41 Understanding the concept of graph plotting in linear equations
38:47 Points lying on a line satisfy the equation of the line.
39:40 Linear equations always result in a straight line graph.
41:36 Understanding plotting of points on a graph using examples.
42:36 Understanding linear equations and graphs.
44:54 Understanding parallel lines with the x-axis
45:51 Understanding linear equations in 2 variables
48:01 Introduction to equations of x-axis and y-axis
48:57 Understanding parallel lines on the x-axis
50:54 Solving linear equations in 2 variables
51:49 Understanding linear equations in 2 variables
54:00 Introduction to linear equations and their representations as straight lines in 2 variables.
55:13 Linear equations have solutions at all points on the line.
57:08 Solving linear equations in two variables
58:10 Identifying solutions of linear equations in two variables
1:00:00 Understanding linear equations in 2 variables
1:00:56 Linear equations in two variables have different solutions based on the number of variables
1:02:28 Summary of graph formations and equations for x and y axes.
1:03:10 Introduction to Linear Equations in 2 Variables
Thanks
1:00:34 ans K = -5
1:00:38 Answer= -5
57:58 Answer= (i) 3x+3y
(ii)4x+4y
(iii)2x+2y
It can have infinite lines passing through it because many equations can have similar solution
City - UJJAIN MP
57:37 solutions of this equation are
2x+3y=16
9x-2y=10
15x-5y=10
There are many lines lies on this point because ek equation ke bahut sare solutions hote Hain. ❤☺️Love you bhaiya ji kal Mera exam hai blessing de do😅🫂✨
---- from Assam Nagaon💝
59:17 question off ncert exemplar
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please upload circles and triangles
1:32 linear equation in one variable
9:29 Linear equation in two variable questions
15:46 Question
39:00 point to Remember
40:25 Graphical questions
1:02:40 thank you babua.
-----🔥-----
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01:40 Starting
Next chapter -Introduction To Euclid Geometry
Kal maths ka exam hai please wish me luck 🤞
Bas linear equations in two variables nahi kiya hai
Next chapter - QUADRILATERALS plssssssssssss
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58:02 second answer
5x+2y=18
-6x+y=-8
x+2y=10
Kyuki ek line me infinity Bindu hote hai❤❤❤❤❤❤❤
Sir plz triangle
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1:00:30 answer in -5 muzaffarnagar
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7x-3y = 2
-5
Vote for surface area and volume.
28:58 sir can't it be (root2)² for x and 0 for y or root4
Euclid's geometry ❤😊
1:00:39 Ans 5
1:00:33 k=-5
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this chapter is re uploaded
6s8=12+16= 30
7s9=14+18=32
3s2=6+4=10
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Euclid geometry ka video sir
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K=-5 1:00:36
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2x+3y=16
7x+4y=30
X+2y=6
Form to ch. Sambhijinagar
Sir make the one shot video of quadrilaterals
Sir please quadrilateral
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2x-5y=-16.
-5x+2y=-2
Amazing lecture 😊
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X=1
Y=-2
X-2y+k=0
Ans
X-2y+k=0
1(1) -2(-2) +k=0
2-2(-2) +k=0
2+4+k=0
6+k=0
K=6
K=-5
X =1
Y=-2 then
1(1) - 2x(-2) +k = 0
1 + 4 + k =0. ( If we multiplying and their is - x - then the sign will be + )
So,
K=-5 ( doing other side 1+4 so it will be minus 5)
Jaldi jaldi video bana do sir or logo ki video Mai se kuch bhi samaj nhi aarha 😅😊
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Sir please Next next chapter introduction to Euclid's geometry
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Chapter revised ✅😊
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k = 3 ans of last question
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-5 is the right answer of the last question
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Sir answer is 2x+y=8 and there are infinite lines of equations in it I am from uttarakhand
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